# verifier B parabolic enumeration: q=16 type=x M=65280 threshold=65280 all_points=False
# q=16 type=x thr=65280: SL(2,q) subgroup classes (GL-conj) = 21 [13.9s]
# subgroups H of GL(2,q) with |H| > thr/q^2 = 255.00: 20 (with possible repetitions) [14.1s]
X    1 |H0|=30 |H|=450 |N|=256 H1=2^0 cls=0 |X|=115200 good=False sig=(1,115200,30) (32,3600,240) (240,480,240)
X    2 |H0|=34 |H|=510 |N|=256 H1=2^0 cls=0 |X|=130560 good=False sig=(1,130560,34) (272,480,240)
X    3 |H0|=4080 |H|=4080 |N|=256 H1=2^0 cls=0 |X|=1044480 good=False sig=(1,1044480,4080) (272,3840,240)
X    4 |H0|=4080 |H|=61200 |N|=256 H1=2^0 cls=0 |X|=15667200 good=False sig=(1,15667200,4080) (272,57600,240)
X    5 |H0|=4080 |H|=20400 |N|=256 H1=2^0 cls=0 |X|=5222400 good=False sig=(1,5222400,4080) (272,19200,240)
X    6 |H0|=4080 |H|=12240 |N|=256 H1=2^0 cls=0 |X|=3133440 good=False sig=(1,3133440,4080) (272,11520,240)
X    7 |H0|=240 |H|=3600 |N|=256 H1=2^0 cls=0 |X|=921600 good=False sig=(1,921600,240) (16,57600,240) (256,3600,240)
X    8 |H0|=240 |H|=1200 |N|=256 H1=2^0 cls=0 |X|=307200 good=False sig=(1,307200,240) (16,19200,240) (256,1200,240)
X    9 |H0|=240 |H|=720 |N|=256 H1=2^0 cls=0 |X|=184320 good=False sig=(1,184320,240) (16,11520,240) (256,720,240)
X   10 |H0|=60 |H|=300 |N|=256 H1=2^0 cls=0 |X|=76800 good=False sig=(1,76800,60) (80,960,240) (192,400,80)
X   11 |H0|=60 |H|=900 |N|=256 H1=2^0 cls=0 |X|=230400 good=False sig=(1,230400,60) (80,2880,240) (192,1200,240)
X   12 |H0|=80 |H|=1200 |N|=256 H1=2^0 cls=0 |X|=307200 good=False sig=(1,307200,240) (16,19200,80) (256,1200,240)
X   13 |H0|=80 |H|=400 |N|=256 H1=2^0 cls=0 |X|=102400 good=False sig=(1,102400,80) (16,6400,80) (256,400,80)
X   14 |H0|=80 |H|=1200 |N|=256 H1=2^0 cls=0 |X|=307200 good=False sig=(1,307200,240) (16,19200,240) (256,1200,80)
X   15 |H0|=80 |H|=1200 |N|=256 H1=2^0 cls=0 |X|=307200 good=False sig=(1,307200,80) (16,19200,240) (256,1200,240)
X   16 |H0|=48 |H|=720 |N|=256 H1=2^0 cls=0 |X|=184320 good=False sig=(1,184320,240) (16,11520,48) (256,720,240)
X   17 |H0|=48 |H|=720 |N|=256 H1=2^0 cls=0 |X|=184320 good=False sig=(1,184320,240) (16,11520,240) (256,720,48)
X   18 |H0|=48 |H|=720 |N|=256 H1=2^0 cls=0 |X|=184320 good=False sig=(1,184320,48) (16,11520,240) (256,720,240)
X   19 |H0|=48 |H|=720 |N|=256 H1=2^0 cls=0 |X|=184320 good=False sig=(1,184320,240) (16,11520,240) (256,720,240)
X   20 |H0|=48 |H|=720 |N|=256 H1=2^0 cls=0 |X|=184320 good=False sig=(1,184320,240) (16,11520,240) (256,720,240)
# q=16 type=x thr=65280: tested 20 subgroups X (|X| > thr), good: 0 [19.1s]
# distinct (order, orbit signature) pairs: 18
SIG |X|=15667200 count=1 (1,15667200,4080) (272,57600,240)
SIG |X|=5222400 count=1 (1,5222400,4080) (272,19200,240)
SIG |X|=3133440 count=1 (1,3133440,4080) (272,11520,240)
SIG |X|=1044480 count=1 (1,1044480,4080) (272,3840,240)
SIG |X|=921600 count=1 (1,921600,240) (16,57600,240) (256,3600,240)
SIG |X|=307200 count=1 (1,307200,240) (16,19200,240) (256,1200,240)
SIG |X|=307200 count=1 (1,307200,240) (16,19200,80) (256,1200,240)
SIG |X|=307200 count=1 (1,307200,240) (16,19200,240) (256,1200,80)
SIG |X|=307200 count=1 (1,307200,80) (16,19200,240) (256,1200,240)
SIG |X|=230400 count=1 (1,230400,60) (80,2880,240) (192,1200,240)
SIG |X|=184320 count=3 (1,184320,240) (16,11520,240) (256,720,240)
SIG |X|=184320 count=1 (1,184320,240) (16,11520,48) (256,720,240)
SIG |X|=184320 count=1 (1,184320,240) (16,11520,240) (256,720,48)
SIG |X|=184320 count=1 (1,184320,48) (16,11520,240) (256,720,240)
SIG |X|=130560 count=1 (1,130560,34) (272,480,240)
SIG |X|=115200 count=1 (1,115200,30) (32,3600,240) (240,480,240)
SIG |X|=102400 count=1 (1,102400,80) (16,6400,80) (256,400,80)
SIG |X|=76800 count=1 (1,76800,60) (80,960,240) (192,400,80)
# SUMMARY q=16 type=x threshold=65280 tested=20 good=0
